Blogs about: Mathca
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Billet 3502
The married where Supply base and A.J. originate ghostbusters. Who ya gonna guess?A Michigan rewed precluding reservations receivables the collateral accommodation at the Roadhouse: Headroom 3502. Sel… more →
Dndherbertzev's Weblog
Supercommutative gaussian integration, and the gaussian unitary ensemble
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wrote 3 months ago: The fundamental notions of calculus, namely differentiation and integration, are often viewed as bei … more →
The Harish-Chandra-Itzykson-Zuber integral formula
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wrote 3 months ago: Let be Hermitian matrices, with eigenvalues and . The Harish-Chandra-Itzykson-Zuber integral formula … more →
1B Midterm Schedule
wrote 3 months ago: Jan 25: Econ 101 Feb 1: Econ 102 Feb 11: Math 136 ~*Feb 18-22: Reading Week*~ Feb 25: Math 138 Feb 2 … more →
Update: New Term
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wrote 4 months ago: In the beginning, I was really worried about this term (especially after seeing last terms marks … more →
1B Courses & Schedule
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wrote 4 months ago: With the break over and somehow managing to pass all my 1A courses…it is welcome to 1B with si … more →
1A Exam Schedule
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wrote 5 months ago: Math 137: Dec. 10 @ 9 a.m. Math 135: Dec. 12 @ 9 a.m. AFM 131 : Dec. 13 @ 9 a.m. CS 115: Dec. 14 @ 1 … more →
Walsh's ergodic theorem, metastability, and external Cauchy convergence
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wrote 6 months ago: Two weeks ago I was at Oberwolfach, for the Arbeitsgemeinschaft in Ergodic Theory and Combinatorial … more →
Some notes on Weyl quantisation
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wrote 7 months ago: One of the basic problems in the field of operator algebras is to develop a functional calculus for … more →
Math/CA vs AFM-PA @ Waterloo
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wrote 10 months ago: I can remember my surprise when I found out that I got accepted to both the Mathematical/Chartered A … more →
A cheap version of nonstandard analysis
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wrote 1 year ago: Nonstandard analysis is a mathematical framework in which one extends the standard mathematical univ … more →
Montgomery's uncertainty principle
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wrote 1 year ago: One of the most fundamental principles in Fourier analysis is the uncertainty principle. It does not … more →
254B, Notes 2: Cayley graphs and Kazhdan's property (T)
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wrote 1 year ago: In the previous set of notes we introduced the notion of expansion in arbitrary -regular graphs. For … more →
254A, Notes 4: Building metrics on groups, and the Gleason-Yamabe theorem
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wrote 1 year ago: In this set of notes we will be able to finally prove the Gleason-Yamabe theorem from Notes 0, which … more →
254A, Notes 3: Haar measure and the Peter-Weyl theorem
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wrote 1 year ago: In the last few notes, we have been steadily reducing the amount of regularity needed on a topologic … more →
"Introduction to measure theory" now published
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wrote 1 year ago: My graduate text on measure theory (based on these lecture notes) is now published by the AMS as par … more →
The inverse function theorem for everywhere differentiable maps
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wrote 1 year ago: The classical inverse function theorem reads as follows: Theorem 1 ( inverse function theorem) Let b … more →
Gleason's lemma
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wrote 1 year ago: This is another installment of my my series of posts on Hilbert’s fifth problem. One formulati … more →
The Cotlar-Stein lemma
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wrote 1 year ago: A basic problem in harmonic analysis (as well as in linear algebra, random matrix theory, and high-d … more →
Stein's spherical maximal theorem
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wrote 2 years ago: If is a locally integrable function, we define the Hardy-Littlewood maximal function by the formula … more →
